Math, asked by raviranjankumar27jun, 7 months ago

13. In triangle ABC, P is the mid-point of side
BC. A line through P and parallel to CA
meets AB at point Q; and a line through Q
and parallel to BC meets median AP at point
R. Prove that : (i) AP = 2AR (ii) BC = 4QR

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Answered by bishtvineeta34
10

Answer:

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